SNAP PYQs on Number System with Solutions: Practice SNAP Previous Year Questions

Updated 3+ months ago

Number System is an important topic in the Quantitative Aptitude section in SNAP exam. Practising this topic will increase your score overall and make your conceptual grip on SNAP exam stronger.

This article gives you a full set of SNAP Number System previous year questions (PYQs) with explanations for effective preparation. Practice of SNAP PYQs on Quantitative Aptitude including Number System questions regularly will improve accuracy, speed, and confidence in the SNAP 2025 exam.

SNAP PYQs on Number System with Solutions

1.
Find the smallest number between 2000 and 3000 that is exactly divisible by 21, 24 and 28.
- None of these
- 2000
- 2352
- 2016
View Solution
2.
Balls are arranged in rows to form an equilateral triangle (1 in the first row, 2 in the second, and so on). If 669 more balls are added, all the balls can be arranged in a square and each side of the square contains 8 balls fewer than the number of balls on a side of the triangle. What was the initial number of balls?
- 1600
- 1500
- 1540
- 1690
View Solution
3.
Find the remainder when \[6^{\underbrace{66\cdots6}_{100 \text{ times}}}\] is divided by 10.
- 6
- 2
- 4
- 8
View Solution
4.
Find the correct number that will complete the series: 14, 26, 36, 44, 50, ________, 56
- 54
- None
- 48
- 52
View Solution
5.
Find the missing letter/number
- D3GH
- G3HI
- FGH4
- FG4H
View Solution
6.
Three bells ring once every $12$ minutes, $20$ minutes and $36$ minutes respectively. If all of them ring together at $6{:}30$ a.m., at what time will they next ring together on the same morning?
- $8{:}30$
- $9{:}30$
- $10{:}30$
- $11{:}30$
View Solution
7.
What is the remainder when $1!+2!+3!+\cdots+100!$ is divided by $7$?
- 0
- 5
- 3
- 6
View Solution
8.
There are 3 different types of rice weighing $435,\ 493,$ and $551$ kg respectively. The rice is packed in bags so that no two types are mixed and all bags are of equal size. Find the least number of bags.
- 51
- 56
- 57
- 54
View Solution
9.
There are two integers 34041 and 32506, when divided by a three-digit integer $n$, leave the same remainder. What is the value of $n$?
- 298
- 307
- 461
- can't be determined
View Solution
10.
In a division sum, the divisor $d=457$, the quotient $q=110$, and the remainder $r=242$. Find the dividend.
- $50512$
- $50270$
- $50272$
- $50702$
View Solution
11.
Find the remainder when the $41$-digit number $1234\ldots$ is divided by $8$.
- $1$
- $2$
- $3$
- $4$
View Solution
12.
If $(67^{67}+67)$ is divided by $68$, the remainder is:
- 61
- 67
- 63
- 66
View Solution
13.
Select the combination of numbers so that letters arranged accordingly will form a meaningful word.
- 1, 2, 3, 4, 5
- 3, 2, 1, 4, 5
- 5, 2, 3, 4, 1
- 5, 1, 2, 3, 4
View Solution
14.
Based on the given pattern find the next term of the given series: 5, 6, 16, 57, 244, 1245, ?
- 7506
- None of these
- 5500
- 4047
View Solution

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SNAP PYQs on Number System with Solutions: Practice SNAP Previous Year Questions

SNAP PYQs on Number System with Solutions

1.
Find the smallest number between 2000 and 3000 that is exactly divisible by 21, 24 and 28.

3.
Find the remainder when \[6^{\underbrace{66\cdots6}_{100 \text{ times}}}\] is divided by 10.

4.
Find the correct number that will complete the series: 14, 26, 36, 44, 50, ________, 56

5.
Find the missing letter/number

6.
Three bells ring once every \(12\) minutes, \(20\) minutes and \(36\) minutes respectively. If all of them ring together at \(6{:}30\) a.m., at what time will they next ring together on the same morning?

7.
What is the remainder when $1!+2!+3!+\cdots+100!$ is divided by $7$?

8.
There are 3 different types of rice weighing \(435,\ 493,\) and \(551\) kg respectively. The rice is packed in bags so that no two types are mixed and all bags are of equal size. Find the least number of bags.

9.
There are two integers 34041 and 32506, when divided by a three-digit integer $n$, leave the same remainder. What is the value of $n$?

10.
In a division sum, the divisor \(d=457\), the quotient \(q=110\), and the remainder \(r=242\). Find the dividend.

11.
Find the remainder when the $41$-digit number $1234\ldots$ is divided by $8$.

12.
If $(67^{67}+67)$ is divided by $68$, the remainder is:

13.
Select the combination of numbers so that letters arranged accordingly will form a meaningful word.

14.
Based on the given pattern find the next term of the given series: 5, 6, 16, 57, 244, 1245, ?

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SNAP PYQs on Number System with Solutions

1.Find the smallest number between 2000 and 3000 that is exactly divisible by 21, 24 and 28.

3.Find the remainder when \[6^{\underbrace{66\cdots6}_{100 \text{ times}}}\] is divided by 10.

4.Find the correct number that will complete the series: 14, 26, 36, 44, 50, ________, 56

5.Find the missing letter/number

6.Three bells ring once every \(12\) minutes, \(20\) minutes and \(36\) minutes respectively. If all of them ring together at \(6{:}30\) a.m., at what time will they next ring together on the same morning?

7.What is the remainder when $1!+2!+3!+\cdots+100!$ is divided by $7$?

8.There are 3 different types of rice weighing \(435,\ 493,\) and \(551\) kg respectively. The rice is packed in bags so that no two types are mixed and all bags are of equal size. Find the least number of bags.

9.There are two integers 34041 and 32506, when divided by a three-digit integer $n$, leave the same remainder. What is the value of $n$?

10.In a division sum, the divisor \(d=457\), the quotient \(q=110\), and the remainder \(r=242\). Find the dividend.

11.Find the remainder when the $41$-digit number $1234\ldots$ is divided by $8$.

12.If $(67^{67}+67)$ is divided by $68$, the remainder is:

13.Select the combination of numbers so that letters arranged accordingly will form a meaningful word.

14.Based on the given pattern find the next term of the given series: 5, 6, 16, 57, 244, 1245, ?

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1.
Find the smallest number between 2000 and 3000 that is exactly divisible by 21, 24 and 28.

3.
Find the remainder when \[6^{\underbrace{66\cdots6}_{100 \text{ times}}}\] is divided by 10.

4.
Find the correct number that will complete the series: 14, 26, 36, 44, 50, ________, 56

5.
Find the missing letter/number

6.
Three bells ring once every \(12\) minutes, \(20\) minutes and \(36\) minutes respectively. If all of them ring together at \(6{:}30\) a.m., at what time will they next ring together on the same morning?

7.
What is the remainder when $1!+2!+3!+\cdots+100!$ is divided by $7$?

8.
There are 3 different types of rice weighing \(435,\ 493,\) and \(551\) kg respectively. The rice is packed in bags so that no two types are mixed and all bags are of equal size. Find the least number of bags.

9.
There are two integers 34041 and 32506, when divided by a three-digit integer $n$, leave the same remainder. What is the value of $n$?

10.
In a division sum, the divisor \(d=457\), the quotient \(q=110\), and the remainder \(r=242\). Find the dividend.

11.
Find the remainder when the $41$-digit number $1234\ldots$ is divided by $8$.

12.
If $(67^{67}+67)$ is divided by $68$, the remainder is:

13.
Select the combination of numbers so that letters arranged accordingly will form a meaningful word.

14.
Based on the given pattern find the next term of the given series: 5, 6, 16, 57, 244, 1245, ?